پیش‌بینی کیتکو درباره قیمت این هفته طلا

قیمت طلا روز جمعه تقریبا بدون تغییر باقی ماند و هر اونس آن حول 1470 دلار نوسان کرد. گزارش وزارت کار آمریکا درباره وضعیت بازار کار در ماه آوریل نشان می‌دهد نرخ بیکاری به 7.5 درصد کاهش یافته و کارفرماها در بخش غیرکشاورزی 165 هزار فرصت شغلی ایجاد کردند. این خبر مثبت از جذابیت طلا کاسته است. در نظرسنجی این هفته کیتکو از کارشناسان در باره قیمت این هفته طلا دیدگاه آنها نسبت به هفته‌های اخیر متفاوت بوده است.

به گزارش پایگاه خبری بانکداری الکترونیک به نقل از جهان سهم در نظرسنحی این هفته در مجموع 27 کارشناس در بانک‌های سرمایه‌گذاری، تحلیلگر تکنیکال و معامله گر آتی دیدگاه خود را در باره وضعیت بازار فلز زرد ارائه کردند. 10 نفر معادل 37 درصد پیش‌بینی کردند قیمت طلا در هفته جاری رشد خواهد کرد. 12 نفر نظری مخالف گروه نخست داشتند و پنج نفر نیز معتقد بودند قیمت‌ها این هفته تغییر قابل‌ملاحظه ای پیدا نخواهد کرد.

گروهی که معتقدند قیمت‌ها کاهش خواهد یافت به عوامل تکنیکال اشاره کرده‌اند. به باور آنها ناتوانی قیمت‌ها در عبور از سطح مقاومت 1485 دلار هفته پیش سبب افول قیمت طلا در هفته جاری می‌شود. همچنین انتشار اخبار مثبت از بازار کار آمریکا در ماه آوریل از جذابیت طلا به عنوان حوزه‌ای امن برای سرمایه‌گذاری کاسته است.

گروهی که معتقد بودند قیمت‌ها این هفته افزایش خواهد یافت دلیل جدیدی ارائه نکردند. به باور آنها کاهش کاهش ارزش دلار و افزایش تقاضا برای طلا در آسیا موجب رشد قیمت‌ها خواهد شد اما در هر صورت میزان رشد اندک خواهد بود.

در زیر نمودار نتیجه نظرسنجی کیتکو نشان داده شده است:

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